Servicio de Oftalmología, Hospital General Universitario de Elche, Elche, Alicante, Spain.
Servicio de Oftalmología, Hospital General Universitario de Elche, Elche, Alicante, Spain.
Arch Soc Esp Oftalmol (Engl Ed). 2022 Jul;97(7):370-375. doi: 10.1016/j.oftale.2021.11.002. Epub 2022 May 24.
In order to improve refractive results in cataract surgery with an intraocular lens implant, it is important to know the sources of error as well as the limit of this process. Therefore, the objective of the present work is to approximate the theoretical limit in the precision in the refractive result after cataract surgery with the currently available means and to assess the impact of different sources of error in this process.
We conducted a search of the literature to determine the variability provided by each component of the process. Based on the Barrett Universal-II formula, we performed an error propagation analysis. The theoretical limit was defined as the situation in which the refractive result is only affected by the variability in the parameters introduced in the formula, the tolerance of the intraocular lens and the subjective refraction.
The main contributors to the error were (1) intraoperative and postoperative variability variables not considered by the formulas (49.33%), (2) postoperative subjective refraction (38.29%), (3) mean keratometry (5.98%) and (4) the variability in the labelling of the power of the intraocular lens (5.09%). The theoretical limit obtained for the intraocular lens calculation with the means available today was 91.9% of the eyes between ±0.50D.
We found a theoretical limit for the intraocular lens calculation of 91.9% of the eyes between ±0.50D. Approaching the precision limit described in the study requires the use of optical biometrics and state-of-the-art formulas, a reproducible surgical technique, and the compensation of systematic errors by adjusting constants.
为了提高白内障手术中植入人工晶状体的屈光效果,了解误差来源及其过程的极限至关重要。因此,本研究的目的是通过现有手段来近似白内障手术后屈光结果精度的理论极限,并评估该过程中不同误差源的影响。
我们对文献进行了检索,以确定该过程中每个组成部分的可变性。基于 Barrett Universal-II 公式,我们进行了误差传播分析。理论极限定义为仅受公式中引入的参数、人工晶状体的公差和主观折射的可变性影响的屈光结果的情况。
误差的主要来源为(1)术中及术后公式未考虑的可变性变量(49.33%)、(2)术后主观折射(38.29%)、(3)平均角膜曲率(5.98%)和(4)人工晶状体功率标签的可变性(5.09%)。目前可用手段计算人工晶状体的理论极限为±0.50D 的 91.9%的眼睛。
我们发现目前可用手段计算人工晶状体的理论极限为±0.50D 的 91.9%的眼睛。要达到研究中描述的精度极限,需要使用光学生物测量和最先进的公式、可重复的手术技术以及通过调整常数来补偿系统误差。